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. 2017 Jan 20;7:40885. doi: 10.1038/srep40885

Figure 3. Configuration probabilities Pμ(t) for μ = 0, 5 and 2N − 1 with N = 12 in a complete network with initial condition P1(0) = 1Inline graphic.

Figure 3

In (a) probability P0(t) to observe all-cured configuration at time t for various couplings Inline graphic. In (b) P5(t) refers to the probability of transient configuration Inline graphic, while (c) exhibits the probability with all-infected agents, Inline graphic, in log scale. The coupling Inline graphic represents the SI model, whose stationary state is described by all-infected configuration. For Inline graphic, the stationary state is a linear combination of distinct |Cμ〉, including all-cured |C0〉 and all-infected Inline graphic configurations. For intermediate couplings Inline graphic and Inline graphic, the stationary state is |C0〉 with large transient Δτ ~ o(N4).